6th International Science, SocialSciences, Engineering and Energy Conference 17-19 December, 2014, Prajaktra Design Hotel, UdonThani, Thailand I-SEEC 2014 http//iseec2014.udru.ac.th Compression Depth Estimation for CPR manikin Based on Accelerometers Tasawan Puttasakul1,1, Supatra Wannasuk1,2, Manas Sangworasil1,3 1 Biomedical Engineering Program, Department of Physics, Faculty of Science Rangsit University, Pathumtani 12000, Thailand 1 kang_2528@hotmail.com, 2supatha_bb@hotmail.com, 3ksamanas@gmail.com Abstract CPR (Cardio-Pulmonary Resuscitation) is the most common method for cardiac arrest patients. In order to evaluate the effect of chest compressions accurately and increase survival rate, real time and accurate measurement of the depth of compressions is necessary. The aim of this paper is to estimate the chest compression depth during CPR. This method was based on two accelerometer, and built an experimental platform for monitoring compressions in real time. Accuracy and processing of compression depth evaluation are derived from the difference in signal from two acceleration using integral by trapezoidal techniques coding into a commercial embedded system called FiO board. The result showed that the dual accelerometer was accurate and monitoring in real time able to improve significantly the chest compression during CPR. Keyword: CPR, chest compression depth, accelerometer 1. Introduction Cardiopulmonary resuscitation, commonly known as CPR, is an emergency procedure performed in an effort to manually preserve intact brain function until further measures are taken to restore spontaneous blood circulation and breathing in a person who is in cardiac arrest. It is indicated in those who are unresponsive with no breathing or abnormal breathing. According to the International Liaison Committee on Resuscitation guidelines, CPR involves chest compressions at least 5 cm (2 inch) deep and at a rate of at least 100 per minute in an effort to create artificial circulation by manually pumping blood through the heart and thus the body. The rescuer may also provide breaths by either exhaling into the subject's mouth or nose or using a device that pushes air into the subject's lungs. This process of externally providing ventilation is termed artificial respiration. Current recommendations place emphasis on high-quality chest 2 compressions over artificial respiration; a simplified CPR method involving chest compressions only is recommended for untrained rescuers. The aim of this study is to provide a feasible solution for determining the exact depth of chest compression. In this study was based on two accelerometer, and built an experimental platform for monitoring compressions in real time. Accuracy and processing of compression depth evaluation are derived from the difference in signal from two acceleration using integral by trapezoidal techniques coding into a commercial embedded system called FiO board. 2. Data Acquisition In this paper, chest compression depth was measured from two acceleration sensors, at the top (acc1) and bottom (acc2) of the chest of manikin as shown in Fig. 1. Fig 1. Position acceleration sensors. An acceleration sensors using ADXL335 which can convert voltage to acceleration as equation 1. The signal from two accelerometers are sampled at 1000 Hz using commercial embedded system called FiO board via to computer as shown in Fig. 2. a = (V - Vzero)/330 mV/g (1) Where a is acceleration, V is voltage from acceleration sensors and Vzero is voltage at acceleration equal 0 g Fig 2. Chest compression depth monitoring system. 3 3. Methodology 3.1 Algorithm of experiment The estimation of chest compression depth get the real-time signal from two accelerometers which one placed on the top of manikin, the other bottom the manikin. Acceleration offsets are removal by subtracting between acc1 and acc2. Fig 3 shows the algorithm for the estimation of chest compression depth. Integration is performed for the differential signal that is subtracted from the measured signal two acceleration sensors. After first integration and second integration, the drift component is removed by detrend signal algorithm and then compression depth is detect from negative peaks. acc1 + integration integration De-trend Compression depth Peak detection De-trend acc2 Fig 3. Algorithm for the estimation of chest compression depth. 3.2 Discrete time integration In order to find chest compression depth x(t), we must integrate the acceleration signal a(t) two times. This operation takes place in discrete-time domain, referring to signals a(n) and x(n), where n is the discrete index corresponding to time nT. Starting with the continuous-time formulation the velocity signal v(t) can be written as t v(t) a( )d v(t0 ) (2) t0 The integral can be approximated by the trapezoidal formulation. Setting t = nT and t0 = (n-1)T, Equation (2) can be converted to the discrete-time domain as 4 v(n) T (a(n) a(n 1)) v(n 1) 2 (3) Where T is the sample interval accounting for width of the trapez. So then calculate acceleration as equation (4) x(n) T (v(n) v(n 1)) x(n 1) 2 (4) 4. Result and Discussion Real time estimate chest compression depth have been demonstrated using acceleration sensors and algorithm based on commercial FiO embedded system by Simulink program. Fig 4 and 5 shows the Simulink layout of the system and waveform from the accelerometer and its processed signal according to the depth estimation algorithm. Fig 4. the Simulink layout of the system. 5 Fig 5. waveform from the accelerometer and its processed signal according to the depth estimation algorithm. From Fig 5. shows the results of accelerometer signals, velocity and depth compression. The upper waveform is the signal from difference two accelerometer sensor. After first integration is velocity shows the middle waveform and the lower waveform is distant of chest compression. Table 1. Comparing the depth when using one accelerometer and two accelerometer Reference (manikin) Single Acc Double Acc Floor (x =1.75 inch) 1.73 1.69 1.71 Mattress (x=2.00inch) 1.98 3.24 1.95 6 Table 1. shows the summarized result of the experiment. Chest compressions on a manikin placed on the floor about 60 seconds then break 5 minutes. After rest chest compressions on a manikin placed on the mattress about 60 seconds and break again. From the result show that two accelerometer sensor better than one accelerometer sensor while manikin placed on mattress because it reflects the depth of penetration of the mattress. Fig 6. shows evaluation chest compression depth is designed by MATLAB program. Fig 6. evaluation chest compression depth windows. 5. Conclusion In present study, we offered a method of estimation the chest compression depth during CPR. This method was based on two accelerometer, and built an experimental platform for monitoring compressions in real time. Accuracy and processing of compression depth evaluation are derived from the difference in signal from two acceleration using integral by trapezoidal techniques coding into a commercial embedded system called FiO board. The result showed that the dual accelerometer was accurate and monitoring in real time able to improve significantly the chest compression during CPR. Acknowledgements The authors thank head of biomedical engineering program, Rangsit university for their technical support and comments help to improve this manuscript. 7 References [1] S. O. Aase and H. Myklebust, "Compression depth estimation for CPR quality assessment using DSP on accelerometer signals," Biomedical Engineering, IEEE Transactions on, vol. 49, pp. 263-268, 2002. [2] J. A. Palazzolo, R.D. Berger, H.R. Harperin, D.R. Sherman, “Methods of determining depth of compressions during cardiopulmonary resuscitation”, United States Patent, US 6,827,659 B2, 2004. [3] Gavin D. Perkins, Laura Kocierz, Samuel C.L. Smith, Robert A. McCulloch, Robib P. Davies. “Compression feedback devices over estimate chest compression depth when performed on a bed,” Resuscitation, Volume 80, Issue 1, Pages 79-82, Oct. 2008. [4] K. Monsieurs, "Chest compression on mattresses: Time to achieve sufficient depth," Wilderness Environ. Med., vol. 80, pp. 503-504, 2009. [6] J. A. Palazzolo, R.D. 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